Answer: The statement "d. The excess of the credits of an asset account over the debits is the balance of the account.". is <u>NOT TRUE.</u>
Explanation: The statement "d." is not true because according to the basic equity equation (ASSETS = LIABILITIES + EQUITY).
The excess of the debits of an asset account over the credits is the balance of the account and the excess of the credits of an owner's equity account or a liability account over the debits is the balance of the account.
The answer to the question above as to what types of income does Jeff have if he works as a computer repair technician and he has money in a savings account and he owns some stock as an investment, Jeff gains his income through salary from his job as a repair technician, interest in the savings account and dividend in the stocks.
The debt ratio is calculated by dividing the Total Liabilities by Total Assets. We are asked to calculate the debt ratio at the end of the year, hence we need to take year-end values for Total Liabilities and Total Assets.
We are given the Total Liabilities at the beginning of the year $175,000 and there is no change in the liabilities given, hence we can say that Total liabilities at the end of the year shall remain same = $175,000
We are given Total Assets at the end of the year are $260,000
Debt ratio = Total Liabilities / Total Assets = 175000/260000 = 0.673
Hence debt ratio at the end of the current year shall be <u>0.673</u>
Answer:
B) 574,000
Explanation:
Equipment book of Paar value on december 31/14 of $294,000.-
Add Kimmels equipment book value on december 31/14 of $190,00
Add original acquisition-date allocation to Kimmel´s equipment of ($400,000 - $272,000) = $128,000
Less Amortization of alloction ($128,000 / 10 years for 3 years) = (38,400)
Eqcuals consolidated equipment of $574,000
Answer:
PMT = $1875.00
Explanation:
The annuity refers to a series of fixed payments made after an equal interval of time and for a definite time period. The formula for the present value of annuity is,
<u />
<u>For ordinary annuity</u>
PV of annuity = PMT * [(1 - (1+IN)^-n) / IN]
Plugging in the values for the available variables. We calculate the PMT to be,
14130.15 = PMT * [(1 - (1+0.08)^-12) / 0.08]
14130.15 = PMT * 7.536078017
14130.15 / 7.536078017 = PMT
PMT = $1875.000493 rounded off to $1875.00